Two-Point Boundary Value Problems in the Quotient Space of Fuzzy Number

Zhiyong Xiao, Kun Liu, Xinxin Wang
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Abstract

The fuzzy differential equation (FDE) with two-point boundary value (TPBV) based on fuzzy number quotient space (QSFN) is studied. The equivalence between FDE and fuzzy integral equation (FIE) is established by Green’s function and formula of integration by parts. The existence of unique solution of TPBVP is obtained by contraction mapping principle.
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模糊数商空间中的两点边值问题
研究了基于模糊数商空间的两点边值模糊微分方程。利用格林函数和分部积分公式,建立了模糊积分方程与模糊积分方程的等价关系。利用收缩映射原理,得到了TPBVP问题唯一解的存在性。
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